id	sid	eid	entity	type
ap-7596	1	1	acta polytechnica https://doi.org/10.14311/ap.2022.62.0016 acta polytechnica 62(1):16–22	PERSON
ap-7596	1	2	2022	CARDINAL
ap-7596	1	3	2022	CARDINAL
ap-7596	2	1	4.0	CARDINAL
ap-7596	2	2	the czech technical university	ORG
ap-7596	2	3	prague	GPE
ap-7596	2	4	de madrid	ORG
ap-7596	2	5	instituto de matemática interdisciplinar	ORG
ap-7596	2	6	ucm	ORG
ap-7596	2	7	spain	GPE
ap-7596	3	1	rutwig@ucm.es	PERSON
ap-7596	4	1	algebras	ORG
ap-7596	4	2	algebras	ORG
ap-7596	5	1	two	CARDINAL
ap-7596	5	2	first	ORDINAL
ap-7596	5	3	second	ORDINAL
ap-7596	5	4	algebraic integrals for	ORG
ap-7596	5	5	algebraic hamiltonians	PERSON
ap-7596	7	1	algebras	ORG
ap-7596	7	2	algebras	ORG
ap-7596	8	1	1	CARDINAL
ap-7596	8	2	quasi-)exactly	CARDINAL
ap-7596	8	3	algebras	ORG
ap-7596	9	1	quasi-)exactly	CARDINAL
ap-7596	10	1	6	CARDINAL
ap-7596	10	2	two	CARDINAL
ap-7596	11	1	8	CARDINAL
ap-7596	11	2	algebras	ORG
ap-7596	12	1	algebras of generic	ORG
ap-7596	12	2	algebras	PERSON
ap-7596	12	3	9	CARDINAL
ap-7596	13	1	first	ORDINAL
ap-7596	14	1	first	ORDINAL
ap-7596	14	2	10	CARDINAL
ap-7596	15	1	algebraic hamiltonians	PERSON
ap-7596	15	2	11	CARDINAL
ap-7596	15	3	algebras	ORG
ap-7596	16	1	2	CARDINAL
ap-7596	17	1	12	CARDINAL
ap-7596	18	1	first	ORDINAL
ap-7596	18	2	one	CARDINAL
ap-7596	18	3	13	CARDINAL
ap-7596	19	1	second	ORDINAL
ap-7596	19	2	algebras	ORG
ap-7596	19	3	first	ORDINAL
ap-7596	19	4	abelian	NORP
ap-7596	19	5	nonabelian	NORP
ap-7596	19	6	quasi-)exact	NORP
ap-7596	19	7	3	CARDINAL
ap-7596	19	8	14	DATE
ap-7596	19	9	15	CARDINAL
ap-7596	21	1	https://www.cvut.cz/en	DATE
ap-7596	22	1	62	CARDINAL
ap-7596	24	1	first	ORDINAL
ap-7596	24	2	10	CARDINAL
ap-7596	25	1	3	CARDINAL
ap-7596	26	1	⊂	GPE
ap-7596	30	1	1	CARDINAL
ap-7596	31	1	xdim	GPE
ap-7596	31	2	u(m	PRODUCT
ap-7596	36	1	0	CARDINAL
ap-7596	36	2	1 ≤	QUANTITY
ap-7596	36	3	2	CARDINAL
ap-7596	37	1	first	ORDINAL
ap-7596	38	1	φ	ORG
ap-7596	44	1	φ	ORG
ap-7596	44	2	first	ORDINAL
ap-7596	48	1	0	CARDINAL
ap-7596	48	2	1 ≤ k ≤ s	QUANTITY
ap-7596	48	3	mod φ	PERSON
ap-7596	48	4	3	CARDINAL
ap-7596	49	1	first	ORDINAL
ap-7596	50	1	mod φ	PERSON
ap-7596	50	2	4	CARDINAL
ap-7596	50	3	3	CARDINAL
ap-7596	50	4	4	CARDINAL
ap-7596	50	5	φ	PERSON
ap-7596	51	1	⊂	GPE
ap-7596	52	1	3	CARDINAL
ap-7596	52	2	first	ORDINAL
ap-7596	52	3	first	ORDINAL
ap-7596	53	1	11	CARDINAL
ap-7596	53	2	first	ORDINAL
ap-7596	54	1	φ	PERSON
ap-7596	54	2	first	ORDINAL
ap-7596	54	3	x(rn	ORG
ap-7596	55	1	algebras	ORG
ap-7596	56	1	⊂	GPE
ap-7596	56	2	j1	PERSON
ap-7596	58	1	5	CARDINAL
ap-7596	58	2	two	CARDINAL
ap-7596	59	1	1 ≤	QUANTITY
ap-7596	59	2	x(rn	ORG
ap-7596	59	3	first	ORDINAL
ap-7596	60	1	16	CARDINAL
ap-7596	60	2	17	CARDINAL
ap-7596	61	1	six	CARDINAL
ap-7596	64	1	x3, x4	ORG
ap-7596	67	1	− x3	PERSON
ap-7596	68	1	x5 = t∂u	PERSON
ap-7596	68	2	6	CARDINAL
ap-7596	68	3	17	CARDINAL
ap-7596	68	4	4	CARDINAL
ap-7596	70	1	1	CARDINAL
ap-7596	70	2	1 2	DATE
ap-7596	70	3	hamiltonian	NORP
ap-7596	70	4	two	CARDINAL
ap-7596	71	1	4u∂2	CARDINAL
ap-7596	72	1	φ2 =	GPE
ap-7596	73	1	4(t	DATE
ap-7596	73	2	− u	PERSON
ap-7596	73	3	∂2	CARDINAL
ap-7596	74	1	7	CARDINAL
ap-7596	74	2	φ2	GPE
ap-7596	75	1	+ 4(1	CARDINAL
ap-7596	75	2	4x3	CARDINAL
ap-7596	76	1	− x6x1	PERSON
ap-7596	79	1	7	CARDINAL
ap-7596	79	2	6	CARDINAL
ap-7596	80	1	only two	CARDINAL
ap-7596	80	2	10	CARDINAL
ap-7596	80	3	a1 = x4 − x3 −	PERSON
ap-7596	80	4	+ x1(1	NORP
ap-7596	90	1	0	CARDINAL
ap-7596	92	1	2x3	CARDINAL
ap-7596	92	2	− x5 − 4x6	PERSON
ap-7596	96	1	3	CARDINAL
ap-7596	100	1	3	CARDINAL
ap-7596	104	1	1 2{b1	CARDINAL
ap-7596	104	2	1 2{a1	DATE
ap-7596	104	3	12a1	CARDINAL
ap-7596	107	1	6	CARDINAL
ap-7596	107	2	7	CARDINAL
ap-7596	107	3	φ2	GPE
ap-7596	109	1	3	CARDINAL
ap-7596	109	2	second	ORDINAL
ap-7596	109	3	g′ ⊂	PERSON
ap-7596	109	4	algebras	ORG
ap-7596	110	1	9	CARDINAL
ap-7596	116	1	first	ORDINAL
ap-7596	116	2	ijxk	PERSON
ap-7596	116	3	∂xj	PERSON
ap-7596	120	1	the casimir operators	ORG
ap-7596	121	1	0	CARDINAL
ap-7596	121	2	1 ≤	QUANTITY
ap-7596	121	3	9	CARDINAL
ap-7596	121	4	algebras	ORG
ap-7596	123	1	first	ORDINAL
ap-7596	123	2	9	CARDINAL
ap-7596	124	1	18	CARDINAL
ap-7596	125	1	xi1	PRODUCT
ap-7596	127	1	1	CARDINAL
ap-7596	128	1	∑ σ∈sp	PERSON
ap-7596	128	2	xσ(i1	GPE
ap-7596	130	1	10	CARDINAL
ap-7596	132	1	11	CARDINAL
ap-7596	135	1	9	CARDINAL
ap-7596	139	1	two	CARDINAL
ap-7596	139	2	18	CARDINAL
ap-7596	140	1	62	CARDINAL
ap-7596	142	1	1	CARDINAL
ap-7596	144	1	xr	ORG
ap-7596	145	1	2	CARDINAL
ap-7596	146	1	k0	ORG
ap-7596	148	1	first	ORDINAL
ap-7596	148	2	two	CARDINAL
ap-7596	148	3	j1	PERSON
ap-7596	150	1	9	CARDINAL
ap-7596	150	2	i.	PERSON
ap-7596	150	3	19	CARDINAL
ap-7596	151	1	g′ ⊂	PERSON
ap-7596	151	2	the algebraic hamiltonian h ∈	ORG
ap-7596	152	1	xi1	ORG
ap-7596	154	1	9	CARDINAL
ap-7596	154	2	x̂ij	DATE
ap-7596	157	1	0	CARDINAL
ap-7596	157	2	1 ≤	QUANTITY
ap-7596	157	3	j ≤ s.	PERSON
ap-7596	159	1	9	CARDINAL
ap-7596	164	1	g′ ⊂	PERSON
ap-7596	165	1	9	CARDINAL
ap-7596	165	2	algebras	PERSON
ap-7596	165	3	n ≥ 1	DATE
ap-7596	165	4	algebraic hamiltonian	PERSON
ap-7596	166	1	4.	CARDINAL
ap-7596	166	2	semisimple algebras	ORG
ap-7596	166	3	first	ORDINAL
ap-7596	167	1	16	CARDINAL
ap-7596	168	1	algebras	ORG
ap-7596	169	1	algebras	ORG
ap-7596	169	2	algebras	ORG
ap-7596	170	1	levi	PERSON
ap-7596	170	2	2	CARDINAL
ap-7596	175	1	12	CARDINAL
ap-7596	184	1	13	CARDINAL
ap-7596	187	1	0	CARDINAL
ap-7596	187	2	1 ≤	QUANTITY
ap-7596	187	3	1 ≤	QUANTITY
ap-7596	190	1	xir, yj ] +	ORG
ap-7596	204	1	0	CARDINAL
ap-7596	205	1	14	CARDINAL
ap-7596	205	2	first	ORDINAL
ap-7596	205	3	r.	NORP
ap-7596	210	1	15	CARDINAL
ap-7596	211	1	15	CARDINAL
ap-7596	217	1	19	CARDINAL
ap-7596	219	1	15	CARDINAL
ap-7596	219	2	two	CARDINAL
ap-7596	223	1	16	CARDINAL
ap-7596	223	2	first	ORDINAL
ap-7596	225	1	second	ORDINAL
ap-7596	225	2	s.	PERSON
ap-7596	231	1	xjr	ORG
ap-7596	233	1	ijxkr2	PERSON
ap-7596	236	1	17	CARDINAL
ap-7596	237	1	17	CARDINAL
ap-7596	241	1	r.	NORP
ap-7596	242	1	′ 1	DATE
ap-7596	246	1	1 ≤	CARDINAL
ap-7596	246	2	algebras	ORG
ap-7596	246	3	first	ORDINAL
ap-7596	246	4	i.	PERSON
ap-7596	246	5	one	CARDINAL
ap-7596	246	6	algebras	ORG
ap-7596	247	1	levi	PERSON
ap-7596	248	1	↓	CARDINAL
ap-7596	249	1	18	CARDINAL
ap-7596	251	1	20	CARDINAL
ap-7596	252	1	0	CARDINAL
ap-7596	252	2	18	CARDINAL
ap-7596	254	1	15	CARDINAL
ap-7596	254	2	1 ≤ s ≤ k	QUANTITY
ap-7596	256	1	x̃ ′	WORK_OF_ART
ap-7596	257	1	0	CARDINAL
ap-7596	257	2	s′	PRODUCT
ap-7596	257	3	19	CARDINAL
ap-7596	257	4	algebraic hamiltonian	ORG
ap-7596	257	5	x̃ ′	WORK_OF_ART
ap-7596	260	1	0	CARDINAL
ap-7596	260	2	1 ≤	QUANTITY
ap-7596	261	1	20	CARDINAL
ap-7596	262	1	17	CARDINAL
ap-7596	262	2	x̃ ′	WORK_OF_ART
ap-7596	263	1	x̃ ′	ORG
ap-7596	265	1	0	CARDINAL
ap-7596	266	1	21	CARDINAL
ap-7596	266	2	x̃ ′	ORG
ap-7596	266	3	x̃ ′	ORG
ap-7596	267	1	x̃	ORG
ap-7596	267	2	1	CARDINAL
ap-7596	269	1	x̃ ′	ORG
ap-7596	270	1	first	ORDINAL
ap-7596	272	1	first	ORDINAL
ap-7596	273	1	first	ORDINAL
ap-7596	275	1	one	CARDINAL
ap-7596	275	2	21	CARDINAL
ap-7596	275	3	22	CARDINAL
ap-7596	275	4	levi	PERSON
ap-7596	277	1	13	CARDINAL
ap-7596	277	2	14)-(16	CARDINAL
ap-7596	278	1	13	CARDINAL
ap-7596	279	1	20	CARDINAL
ap-7596	280	1	62	CARDINAL
ap-7596	282	1	5	CARDINAL
ap-7596	282	2	two	CARDINAL
ap-7596	283	1	first	ORDINAL
ap-7596	283	2	10	CARDINAL
ap-7596	284	1	second	ORDINAL
ap-7596	284	2	subalgebras g′ ⊂	ORG
ap-7596	287	1	9	CARDINAL
ap-7596	288	1	two	CARDINAL
ap-7596	288	2	algebras	ORG
ap-7596	289	1	16	CARDINAL
ap-7596	290	1	23	CARDINAL
ap-7596	291	1	algebras	ORG
ap-7596	291	2	8	CARDINAL
ap-7596	291	3	24	DATE
ap-7596	291	4	25	DATE
ap-7596	293	1	alexander v. turbiner	PERSON
ap-7596	293	2	ian marquette	PERSON
ap-7596	293	3	artur sergyeyev	PERSON
ap-7596	293	4	15	CARDINAL
ap-7596	295	1	1	CARDINAL
ap-7596	295	2	a. m. perelomov	PERSON
ap-7596	296	1	algebras	ORG
ap-7596	297	1	birkhäuser verlag	PERSON
ap-7596	297	2	basel	GPE
ap-7596	297	3	1990	DATE
ap-7596	298	1	2	CARDINAL
ap-7596	298	2	j. m. maillet	PERSON
ap-7596	299	1	algebras	ORG
ap-7596	300	1	262(2-3):278–284	CARDINAL
ap-7596	300	2	1991	DATE
ap-7596	302	1	3	CARDINAL
ap-7596	302	2	a. v. turbiner	PERSON
ap-7596	304	1	42(9):4248, 2001	DATE
ap-7596	306	1	4	CARDINAL
ap-7596	306	2	f. tremblay	PERSON
ap-7596	306	3	a. turbiner	PERSON
ap-7596	308	1	42(24):242001	CARDINAL
ap-7596	308	2	2009	DATE
ap-7596	310	1	5	CARDINAL
ap-7596	312	1	243(1):144–168, 1995	DATE
ap-7596	314	1	6	CARDINAL
ap-7596	314	2	w. miller	PERSON
ap-7596	314	3	s. post	ORG
ap-7596	316	1	journal of physics	ORG
ap-7596	316	2	2013	DATE
ap-7596	318	1	7	CARDINAL
ap-7596	319	1	three	CARDINAL
ap-7596	320	1	73:214–221	CARDINAL
ap-7596	320	2	2010	DATE
ap-7596	322	1	8	CARDINAL
ap-7596	322	2	d. latini	PERSON
ap-7596	322	3	i. marquette	PERSON
ap-7596	323	1	zhang	PERSON
ap-7596	325	1	426:168397	CARDINAL
ap-7596	325	2	2021	DATE
ap-7596	327	1	9	CARDINAL
ap-7596	327	2	r. campoamor-stursberg	PERSON
ap-7596	327	3	i. marquette	PERSON
ap-7596	328	1	algebraic hamiltonians	PERSON
ap-7596	329	1	437:168694	CARDINAL
ap-7596	329	2	2022	CARDINAL
ap-7596	331	1	10	CARDINAL
ap-7596	331	2	r. campoamor-stursberg	PERSON
ap-7596	331	3	i. marquette	PERSON
ap-7596	333	1	424:168378	PRODUCT
ap-7596	333	2	2021	DATE
ap-7596	335	1	11	CARDINAL
ap-7596	335	2	j. dixmier	PERSON
ap-7596	337	1	hermann	GPE
ap-7596	337	2	paris	GPE
ap-7596	337	3	1974	DATE
ap-7596	338	1	12	CARDINAL
ap-7596	338	2	m. a. shifman	PERSON
ap-7596	338	3	a. v. turbiner	PERSON
ap-7596	340	1	126:347–365, 1989	DATE
ap-7596	342	1	13	CARDINAL
ap-7596	342	2	a. v. turbiner	PERSON
ap-7596	342	3	a. g. ushveridze	PERSON
ap-7596	344	1	126(3):181–183	CARDINAL
ap-7596	344	2	1987	DATE
ap-7596	346	1	14	CARDINAL
ap-7596	346	2	m. a. rodríguez	PERSON
ap-7596	347	1	quantum superintegrability	ORG
ap-7596	348	1	43:1309–1322, 2002	DATE
ap-7596	349	1	https://doi.org/10.1063/1.1435077	CARDINAL
ap-7596	350	1	15	CARDINAL
ap-7596	350	2	a. sergyeyev	PERSON
ap-7596	352	1	48(5):052114, 2007	DATE
ap-7596	353	1	https://doi.org/10.1063/1.2738829	GPE
ap-7596	354	1	16	CARDINAL
ap-7596	354	2	a. v. turbiner	PERSON
ap-7596	355	1	d’une algèbre de	PERSON
ap-7596	355	2	dans	NORP
ap-7596	355	3	algèbre enveloppante	PERSON
ap-7596	356	1	comptes rendus de l’académie des sciences paris 314:13–16, 1992	ORG
ap-7596	357	1	17	CARDINAL
ap-7596	357	2	a. verona	PERSON
ap-7596	358	1	introducere	ORG
ap-7596	358	2	coomologia algebrelor	PERSON
ap-7596	359	1	editura	ORG
ap-7596	360	1	românia	GPE
ap-7596	360	2	1974	DATE
ap-7596	361	1	18	CARDINAL
ap-7596	361	2	r. t.	PERSON
ap-7596	361	3	c. s. lam	PERSON
ap-7596	363	1	mathematical physics 10(11):2033–2038, 1969.	ORG
ap-7596	366	1	https://doi.org/10.1016/j.aop.2021.168694	PERSON
ap-7596	367	1	https://doi.org/10.1063/1.1435077	CARDINAL
ap-7596	367	2	https://doi.org/10.1063/1.2738829	GPE
ap-7596	368	1	19	CARDINAL
ap-7596	368	2	j. apel	PERSON
ap-7596	368	3	w. lassner	PERSON
ap-7596	369	1	algebras	ORG
ap-7596	370	1	journal of symbolic	ORG
ap-7596	370	2	6(2	CARDINAL
ap-7596	372	1	20	CARDINAL
ap-7596	372	2	w. g. mckay	PERSON
ap-7596	372	3	j. patera	PERSON
ap-7596	373	1	algebras	ORG
ap-7596	374	1	marcel dekker	PERSON
ap-7596	374	2	new york	GPE
ap-7596	374	3	1981	DATE
ap-7596	375	1	21	CARDINAL
ap-7596	375	2	r. campoamor-stursberg	PERSON
ap-7596	376	1	the casimir operators of semidirect products	ORG
ap-7596	377	1	journal of physics	ORG
ap-7596	377	2	37(40):9451–9466, 2004	DATE
ap-7596	379	1	22	CARDINAL
ap-7596	379	2	r. campoamor-stursberg	PERSON
ap-7596	379	3	i. marquette	PERSON
ap-7596	381	1	journal of physics	ORG
ap-7596	381	2	52(47):475202	CARDINAL
ap-7596	381	3	2019	DATE
ap-7596	383	1	23	CARDINAL
ap-7596	383	2	a. gonzález lópez	PERSON
ap-7596	383	3	n. kamran	PERSON
ap-7596	385	1	algebras of vector fields	ORG
ap-7596	386	1	london	GPE
ap-7596	386	2	64(2):339–368, 1992	DATE
ap-7596	388	1	24	CARDINAL
ap-7596	388	2	l. a. yates	PERSON
ap-7596	388	3	d. jarvis	PERSON
ap-7596	390	1	51(14):145203	DATE
ap-7596	390	2	2018	DATE
ap-7596	392	1	25	CARDINAL
ap-7596	392	2	l. vinet	PERSON
ap-7596	392	3	s. vinet	PERSON
ap-7596	392	4	a. zhedanov	PERSON
ap-7596	394	1	1194:012034,	DATE
ap-7596	394	2	2019	DATE
ap-7596	396	1	22	CARDINAL
ap-7596	396	2	62(1):16–22	CARDINAL
ap-7596	396	3	2022 1	CARDINAL
ap-7596	396	4	2	CARDINAL
ap-7596	396	5	3	CARDINAL
ap-7596	396	6	4	CARDINAL
ap-7596	396	7	5	CARDINAL